{
 "cells": [
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "# Prediction visualization notebook\n",
    "\n",
    "1. Load parameters from converged fit table for a model\n",
    "2. Run Stan using median parameters over past and future dates\n",
    "3. Plot C.I. of predicted time series"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### Installs"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "metadata": {
    "cellView": "both",
    "colab": {
     "base_uri": "https://localhost:8080/",
     "height": 309
    },
    "colab_type": "code",
    "id": "AKP2Vok31tsE",
    "outputId": "f268f545-a908-4e75-f957-dad08b72c277",
    "scrolled": true
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "\u001b[33mDEPRECATION: Python 2.7 will reach the end of its life on January 1st, 2020. Please upgrade your Python as Python 2.7 won't be maintained after that date. A future version of pip will drop support for Python 2.7.\u001b[0m\n",
      "\u001b[31m  ERROR: Could not find a version that satisfies the requirement matplotlib>=3.0 (from arviz) (from versions: 0.86, 0.86.1, 0.86.2, 0.91.0, 0.91.1, 1.0.1, 1.1.0, 1.1.1, 1.2.0, 1.2.1, 1.3.0, 1.3.1, 1.4.0, 1.4.1rc1, 1.4.1, 1.4.2, 1.4.3, 1.5.0, 1.5.1, 1.5.2, 1.5.3, 2.0.0b1, 2.0.0b2, 2.0.0b3, 2.0.0b4, 2.0.0rc1, 2.0.0rc2, 2.0.0, 2.0.1, 2.0.2, 2.1.0rc1, 2.1.0, 2.1.1, 2.1.2, 2.2.0rc1, 2.2.0, 2.2.2, 2.2.3, 2.2.4, 2.2.5)\u001b[0m\n",
      "\u001b[31mERROR: No matching distribution found for matplotlib>=3.0 (from arviz)\u001b[0m\n"
     ]
    }
   ],
   "source": [
    "# Make sure some required libraries are installed\n",
    "!pip3 install --user -q arviz tqdm papermill"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "metadata": {
    "tags": [
     "parameters"
    ]
   },
   "outputs": [],
   "source": [
    "package_path = '.'  # Where our Python package is (directory containing the __init__.py file)\n",
    "models_path = '.'  # Directory where our .stan files are located \n",
    "model_name = 'nonlinearmodel'\n",
    "roi = 'France'\n",
    "# Directory containing the .csv data files\n",
    "datapath = \"../data\"  \n",
    "# Directory containing fit tables for models\n",
    "tbpath = '../fits/'"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### Imports"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "metadata": {
    "colab": {},
    "colab_type": "code",
    "id": "a0disJ2Uy-Bx"
   },
   "outputs": [],
   "source": [
    "%matplotlib inline\n",
    "import sys\n",
    "sys.path.insert(0, package_path)  # Make sure our package can be loaded\n",
    "from __init__ import extract_samples, make_histograms, make_lineplots, get_timing, plot_data_and_fits\n",
    "import logging\n",
    "from pathlib import Path\n",
    "mpl_logger = logging.getLogger('matplotlib')\n",
    "mpl_logger.setLevel(logging.WARNING)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### Load the fits and samples"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "chain\n",
      "draw\n",
      "warmup\n",
      "f1\n",
      "f2\n",
      "sigmar\n",
      "sigmad\n",
      "sigmau\n",
      "q\n",
      "mbase\n",
      "mlocation\n",
      "extra_std\n",
      "cbase\n",
      "clocation\n",
      "n_pop\n",
      "lambda[1,1]\n",
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      "llx[67,1]\n",
      "llx[68,1]\n",
      "llx[69,1]\n",
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      "llx[1,2]\n",
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      "llx[5,2]\n",
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      "llx[64,2]\n",
      "llx[65,2]\n",
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      "llx[67,2]\n",
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      "llx[69,2]\n",
      "llx[70,2]\n",
      "llx[71,2]\n",
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      "llx[73,2]\n",
      "llx[74,2]\n",
      "llx[75,2]\n",
      "llx[76,2]\n",
      "llx[77,2]\n",
      "llx[78,2]\n",
      "llx[79,2]\n",
      "llx[80,2]\n",
      "llx[81,2]\n",
      "llx[82,2]\n",
      "llx[83,2]\n",
      "llx[1,3]\n",
      "llx[2,3]\n",
      "llx[3,3]\n",
      "llx[4,3]\n",
      "llx[5,3]\n",
      "llx[6,3]\n",
      "llx[7,3]\n",
      "llx[8,3]\n",
      "llx[9,3]\n",
      "llx[10,3]\n",
      "llx[11,3]\n",
      "llx[12,3]\n",
      "llx[13,3]\n",
      "llx[14,3]\n",
      "llx[15,3]\n",
      "llx[16,3]\n",
      "llx[17,3]\n",
      "llx[18,3]\n",
      "llx[19,3]\n",
      "llx[20,3]\n",
      "llx[21,3]\n",
      "llx[22,3]\n",
      "llx[23,3]\n",
      "llx[24,3]\n",
      "llx[25,3]\n",
      "llx[26,3]\n",
      "llx[27,3]\n",
      "llx[28,3]\n",
      "llx[29,3]\n",
      "llx[30,3]\n",
      "llx[31,3]\n",
      "llx[32,3]\n",
      "llx[33,3]\n",
      "llx[34,3]\n",
      "llx[35,3]\n",
      "llx[36,3]\n",
      "llx[37,3]\n",
      "llx[38,3]\n",
      "llx[39,3]\n",
      "llx[40,3]\n",
      "llx[41,3]\n",
      "llx[42,3]\n",
      "llx[43,3]\n",
      "llx[44,3]\n",
      "llx[45,3]\n",
      "llx[46,3]\n",
      "llx[47,3]\n",
      "llx[48,3]\n",
      "llx[49,3]\n",
      "llx[50,3]\n",
      "llx[51,3]\n",
      "llx[52,3]\n",
      "llx[53,3]\n",
      "llx[54,3]\n",
      "llx[55,3]\n",
      "llx[56,3]\n",
      "llx[57,3]\n",
      "llx[58,3]\n",
      "llx[59,3]\n",
      "llx[60,3]\n",
      "llx[61,3]\n",
      "llx[62,3]\n",
      "llx[63,3]\n",
      "llx[64,3]\n",
      "llx[65,3]\n",
      "llx[66,3]\n",
      "llx[67,3]\n",
      "llx[68,3]\n",
      "llx[69,3]\n",
      "llx[70,3]\n",
      "llx[71,3]\n",
      "llx[72,3]\n",
      "llx[73,3]\n",
      "llx[74,3]\n",
      "llx[75,3]\n",
      "llx[76,3]\n",
      "llx[77,3]\n",
      "llx[78,3]\n",
      "llx[79,3]\n",
      "llx[80,3]\n",
      "llx[81,3]\n",
      "llx[82,3]\n",
      "llx[83,3]\n",
      "lp__\n",
      "accept_stat__\n",
      "stepsize__\n",
      "treedepth__\n",
      "n_leapfrog__\n",
      "divergent__\n",
      "energy__\n"
     ]
    },
    {
     "data": {
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       " None,\n",
       " None,\n",
       " None,\n",
       " None,\n",
       " None,\n",
       " None,\n",
       " None,\n",
       " None,\n",
       " None,\n",
       " None,\n",
       " None,\n",
       " None,\n",
       " None,\n",
       " None,\n",
       " None,\n",
       " None,\n",
       " None,\n",
       " None,\n",
       " None,\n",
       " None,\n",
       " None,\n",
       " None,\n",
       " None,\n",
       " None,\n",
       " None,\n",
       " None,\n",
       " None,\n",
       " None,\n",
       " None,\n",
       " None,\n",
       " None,\n",
       " None,\n",
       " None,\n",
       " None,\n",
       " None,\n",
       " None,\n",
       " None,\n",
       " None,\n",
       " None,\n",
       " None,\n",
       " None,\n",
       " None,\n",
       " None,\n",
       " None,\n",
       " None,\n",
       " None,\n",
       " None,\n",
       " None,\n",
       " None,\n",
       " None,\n",
       " None,\n",
       " None,\n",
       " None,\n",
       " None,\n",
       " None,\n",
       " None,\n",
       " None,\n",
       " None,\n",
       " None,\n",
       " None,\n",
       " None,\n",
       " None,\n",
       " None,\n",
       " None,\n",
       " None,\n",
       " None,\n",
       " None,\n",
       " None,\n",
       " None,\n",
       " None,\n",
       " None,\n",
       " None,\n",
       " None,\n",
       " None,\n",
       " None]"
      ]
     },
     "execution_count": 5,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "samples = extract_samples(fits_path, models_path, model_name, roi, fit_format)\n",
    "# [print(i) for i in samples.keys()]"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### Choose the parameter list"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "metadata": {},
   "outputs": [],
   "source": [
    "# List of parameters to visualize as a histogram; log binning is optional\n",
    "hist_params = ['R0:log=True']\n",
    "\n",
    "# List of parameters to visualize vs time\n",
    "time_params = ['car', 'ifr']"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### Visualize samples (one histogram and color per chain)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": "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\n",
      "text/plain": [
       "<Figure size 216x216 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "make_histograms(samples, hist_params, cols=4, size=3)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### Visualize samples across time"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 576x288 with 2 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "make_lineplots(samples, time_params, rows=4, cols=4, size=4)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### Visualize data and fits"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "2 01/24/20 55 03/17/20\n",
      "t0 = 01/24/20 (day 2)\n",
      "tm = 03/17/20 (day 55)\n",
      "Empirical data for days {0, 1, 2} is available but fit data for these days is missing\n"
     ]
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 1080x720 with 6 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "t0, tm = get_timing(roi, data_path)\n",
    "plot_data_and_fits(data_path, roi, samples, t0, tm)"
   ]
  }
 ],
 "metadata": {
  "colab": {
   "collapsed_sections": [],
   "name": "MBS_SIRmodeling_version2.ipynb",
   "provenance": []
  },
  "kernelspec": {
   "display_name": "Python 3",
   "language": "python",
   "name": "python3"
  },
  "language_info": {
   "codemirror_mode": {
    "name": "ipython",
    "version": 3
   },
   "file_extension": ".py",
   "mimetype": "text/x-python",
   "name": "python",
   "nbconvert_exporter": "python",
   "pygments_lexer": "ipython3",
   "version": "3.7.4"
  }
 },
 "nbformat": 4,
 "nbformat_minor": 4
}
